參數(shù)資料
型號: DAC1617D1G0HN
廠商: NXP Semiconductors N.V.
元件分類: 外設(shè)及接口
英文描述: Dual 16-bit DAC: up to 1 Gsps; x2, x4 and x8 interpolating
封裝: DAC1617D1G0HN/C1<SOT813-3 (HVQFN72)|<<http://www.nxp.com/packages/SOT813-3.html<1<Always Pb-free,;DAC1617D1G0HN/C1<SOT813-3 (HVQFN72)|<<http://www.nxp.com/packages/SOT813
文件頁數(shù): 28/66頁
文件大?。?/td> 519K
代理商: DAC1617D1G0HN
DAC1617D1G0
All information provided in this document is subject to legal disclaimers.
NXP B.V. 2011. All rights reserved.
Objective data sheet
Rev. 1.1 — 30 September 2011
28 of 66
NXP Semiconductors
DAC1617D1G0
Dual 16-bit DAC: up to 1 Gsps; x2, x4 and x8 interpolating
10.9.4
Minus 3dB
In normal use, a full-scale pattern is also full-scale at the DAC output. Nevertheless, when
the I data and Q data come close to full-scale simultaneously, some clipping can occur.
The Minus 3dB function (bit MINUS_3DB of register DAC_OUT_CTRL; see
Table 28
) can
be used to reduce the 3 dB gain in the modulator. It retains a full-scale range at the DAC
output without added interferers.
10.10 Inverse sinx / x
A selectable FIR filter is incorporated to compensate the sinx / x effect caused by the
roll-off effect of the DAC. This filter has no effect at DC. It introduces a gain for high
frequency. The coefficients are represented in
Table 17
.
Table 17.
10.11 DAC transfer function
The full-scale output current for each DAC is the sum of the two complementary current
outputs:
The output current of DAC A depends on the digital input data and the gain factor defined
by bits DAC_A_DGAIN[11:0] of register DAC_A_DGAIN_LSB (see
Table 27
).
(3)
(4)
The output current of DAC B depends on the digital input data and the gain factor defined
by bits DAC_B_DGAIN[11:0] of register DAC_B_DGAIN_LSB (see
Table 27
).
(5)
(6)
It is possible to define if the DAC1617D1G0 operates with a binary input or a
two's complement input (bit CODING; see
Table 22
).
Inversion filter coefficients
First interpolation filter
Upper
H(9)
H(8)
H(7)
H(6)
-
Lower
H(1)
H(2)
H(3)
H(4)
H(5)
Value
+1
4
+13
51
+610
I
OA fs
I
IOUTAP
I
IOUTAN
+
=
I
OB fs
I
IOUTBP
I
IOUTBN
+
=
I
IOUTAP
I
OA fs
1024
-----------------------------------------
65535
-------------------
=
I
IOUTAN
I
OA fs
1
1024
-----------------------------------------
65535
-------------------
=
I
IOUTBP
I
OB fs
1024
-----------------------------------------
65535
-------------------
=
I
IOUTBN
I
OB fs
1
1024
-----------------------------------------
65535
-------------------
=
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